Analytical study of ion-acoustic soliton in single temperature nonisothermal electron

In presence of warm negative ion, propagation of ion-acoustic solitary waves has been investigated analytically in a plasma consisting of warm positive ion, warm positron and single-temperature non-isothermal electron. The necessary and sufficient conditions for the existence of compressive solitary waves are discussed critically along with the calculation of phase velocity, kinetic energy (K.E) and force (F) found out in this paper by this new analytical method. Some important general observations and Theorems related with this problem are highlighted that supports the results of previous authors. The Sagdeev potential function ψ(𝜙) [= - L(𝑢_𝛼 )] against ϕ depicted graphically under the variation of different plasma parameters is the most important and interesting situations by this analytical method.